Suchergebnisse - Two-level linear programming problem

Interactive fuzzy programming for decentralized two-level linear fractional programming (DTLLFP) problems von Ahlatcioglu, Mehmet, Tiryaki, Fatma

“… This paper presents two new interactive fuzzy programming approaches for a decentralized two-level linear fractional programming (DTLLFP …”
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Interactive fuzzy programming for fuzzy random two-level linear programming problems through probability maximization with possibility von Sakawa, Masatoshi, Matsui, Takeshi

“… ► Cooperative fuzzy random two-level linear programming problems are considered. ► Fuzzy goals are introduced into the formulated two-level programming problems …”
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Interactive fuzzy programming for decentralized two-level linear programming problems von Sakawa, Masatoshi, Nishizaki, Ichiro

“… This paper presents interactive fuzzy programming for a decentralized two-level linear programming problem with a single decision maker (DM …”
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Interactive fuzzy programming for two-level linear fractional programming problems von Sakawa, Masatoshi, Nishizaki, Ichiro

“… This paper presents interactive fuzzy programming for two-level linear fractional programming problems with the essentially cooperative decision makers …”
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Interactive fuzzy programming for two-level linear fractional programming problems with fuzzy parameters von Sakawa, Masatoshi, Nishizaki, Ichiro, Uemura, Yoshio

“… In this paper, we present interactive fuzzy programming for two-level linear fractional programming problems with fuzzy parameters …”
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Interactive fuzzy programming based on a probability maximization model for two-level stochastic linear programming problems von Kato, Kosuke, Katagiri, Hideki, Sakawa, Masatoshi, Wang, Jingtao

“… In this paper, considering the two‐level linear programming problem, which is a numerical model for the optimization of a hierarchical system by two decisionmakers, we focus on the situation where the coefficients are stochastic …”
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Interactive fuzzy programming for two-level linear fractional programming problems with fuzzy parameters von Sakawa, Masatoshi, Nishizaki, Ichiro, Uemura, Yoshio, Kubota, Keiichi

“… This paper considers the two‐level linear fractional programming problem with fuzzy parameters, which includes the ambiguity of the human expert concerned with formulation of the problem, and proposes an interactive fuzzy …”
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INTERACTIVE FUZZY PROGRAMMING BASED ON FRACTILE CRITERION OPTIMIZATION MODEL FOR TWO-LEVEL STOCHASTIC LINEAR PROGRAMMING PROBLEMS von Sakawa, Masatoshi, Katagiri, Hideki

“… In this article, we focus on two-level linear programming problems involving random variable coefficients in objective functions and constraints …”
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Interactive fuzzy programming for decentralized two-level linear programming problems: Decision and optimization von SAKAWA, Masatoshi, NISHIZAKI, Ichiro

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Interactive fuzzy programming using partial information about preference for multiobjective two-level linear fractional programming problems von Shen, YongXin, Sakawa, Masatoshi, Nishizaki, Ichiro

“… ‐level linear fractional programming problems in which the decision makers in the upper and lower levels have several objectives, by first setting up the fuzzy goals for several objectives of each …”
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Interactive fuzzy random cooperative two-level linear programming through level sets based probability maximization von Sakawa, Masatoshi, Matsui, Takeshi

“… ► Cooperative random fuzzy two-level linear programming problems are considered. ► Fuzzy goals are introduced into the formulated two-level programming problems …”
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Interactive fuzzy random two-level linear programming based on level sets and fractile criterion optimization von Sakawa, Masatoshi, Matsui, Takeshi

“… In this paper, assuming cooperative behavior of the decision makers, two-level linear programming problems under fuzzy random environments are considered by introducing α …”
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Interactive fuzzy programming for two-level linear fractional programming problems: Optimization and Decision von SAKAWA, Masatoshi, NISHIZAKI, Ichiro

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Stackelberg Solutions to Multiobjective Two-Level Linear Programming Problems von Nishizaki, I., Sakawa, M.

“… In this paper, we consider a multiobjective two-level linear programming problem in which the decision maker at each level has multiple-objective functions conflicting with each …”
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A computational method using genetic algorithms for obtaining Stackelberg solutions to two-level linear programming problems von Nishizaki, Ichiro, Sakawa, Masatoshi, Niwa, Keiichi, Kitaguchi, Yasuhiro

“… Stackelberg solutions have been derived for two‐level linear programming problems using genetic algorithms which in recent years have shown their efficacy in optimization problems having discrete variables. Two …”
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Stackelberg solutions for fuzzy random two-level linear programming through level sets and fractile criterion optimization von Sakawa, Masatoshi, Katagiri, Hideki

“… This paper considers Stackelberg solutions for two-level linear programming problems under fuzzy random environments …”
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Interactive fuzzy random two-level linear programming through fractile criterion optimization von Sakawa, Masatoshi, Katagiri, Hideki, Matsui, Takeshi

“… To deal with the formulated two-level linear programming problems involving fuzzy random variables, α …”
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Stackelberg solutions for fuzzy random two-level linear programming through probability maximization with possibility von Sakawa, Masatoshi, Katagiri, Hideki, Matsui, Takeshi

“… Taking into account vagueness of judgments of decision makers, fuzzy goals are introduced into the formulated fuzzy random two-level linear programming problems …”
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Interactive fuzzy programming for two-level linear fractional programming problems with fuzzy parameters: Special Issue: Soft Decision Analysis von SAKAWA, M, NISHIZAKI, I, UEMURA, Y

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A two-level vertex-searching global algorithm framework for bilevel linear fractional programming problems von Chen, Hui-Ju

“… We propose a new two-level vertex-searching algorithm framework that finds a global optimal solution to the continuous bilevel linear fractional programming problem over a compact polyhedron …”
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